Add to ORKGWe consider the question of partial regularity for weak solutions to homogeneous nonlinear elliptic systems of higher order in divergence form. As well as characterizing the singular set, we show optimal regularity for the solution on its regular set, optimality here being determined by the regularity of the coefficients
Abstract We study partial regularity of very weak solutions to some nonhomogeneous A-...
This paper is devoted to the study of C0,α-regularity for weak solutions to elliptic systems in dive...
A sharp pointwise differential inequality for vectorial second-order partial differential operators,...
We consider the question of partial regularity for weak solutions to homogeneous nonlinear elliptic ...
Abstract. We consider the question of partial regularity for weak solutions to homogeneous nonlinear...
We consider nonlinear elliptic systems of divergence type. We provide a new method for proving parti...
AbstractIn this article, we consider the interior regularity for weak solutions of nonlinear ellipti...
We connect classical partial regularity theory for elliptic systems to Nonlinear Potential Theory of...
We connect classical partial regularity theory for elliptic systems to Nonlinear Potential Theory of...
This paper is concerned with partial regularity for weak solutions to nonlinear sub-elliptic systems...
We consider questions of boundary regularity for solutions of certain systems of second-order nonlin...
AbstractIn this paper, we consider partial regularity for weak solutions of second-order nonlinear s...
NSF of China [10531020]; Program of 985 Innovation Engineering on Information in Xiamen University (...
summary:The aim of this paper is to show that Liouville type property is a sufficient and necessary ...
Abstract We study partial regularity of very weak solutions to some nonhomogeneous A-harmonic system...
Abstract We study partial regularity of very weak solutions to some nonhomogeneous A-...
This paper is devoted to the study of C0,α-regularity for weak solutions to elliptic systems in dive...
A sharp pointwise differential inequality for vectorial second-order partial differential operators,...
We consider the question of partial regularity for weak solutions to homogeneous nonlinear elliptic ...
Abstract. We consider the question of partial regularity for weak solutions to homogeneous nonlinear...
We consider nonlinear elliptic systems of divergence type. We provide a new method for proving parti...
AbstractIn this article, we consider the interior regularity for weak solutions of nonlinear ellipti...
We connect classical partial regularity theory for elliptic systems to Nonlinear Potential Theory of...
We connect classical partial regularity theory for elliptic systems to Nonlinear Potential Theory of...
This paper is concerned with partial regularity for weak solutions to nonlinear sub-elliptic systems...
We consider questions of boundary regularity for solutions of certain systems of second-order nonlin...
AbstractIn this paper, we consider partial regularity for weak solutions of second-order nonlinear s...
NSF of China [10531020]; Program of 985 Innovation Engineering on Information in Xiamen University (...
summary:The aim of this paper is to show that Liouville type property is a sufficient and necessary ...
Abstract We study partial regularity of very weak solutions to some nonhomogeneous A-harmonic system...
Abstract We study partial regularity of very weak solutions to some nonhomogeneous A-...
This paper is devoted to the study of C0,α-regularity for weak solutions to elliptic systems in dive...
A sharp pointwise differential inequality for vectorial second-order partial differential operators,...